Poker odds

- probabilities in poker games

here you get an overview of the probabilities of a particular hand in poker. we have Made a small example showing the procedures for the calculations. the following example shows how we make a pokerodd. thus a probability for a particular hand.

We use Texas Hold'em as a starting point.

- You are given the following hand: Q, Q (a pair of ladies)

1. What is the probability of getting a lady in "The Flop" (the next three cards distributed)?
imagine how much the probability of not getting a lady is. on the first card is the chance 48/50 (48 cards are not lady and there are 50 cards again), on the second card, the probability is 47/49, on the third card 46/48. this corresponds to 0.96 0.959 and 0.958. once the probabilities with each other and you have 0.882, or 88.2% in probability of not to get a lady in the flop. turn the numbers and you get 0.118 or 11.8% probability To get a lady.

2. What is the probability of getting a lady in "The Turn" (the next card distributed)?
you have seen five cards so far, so there are 47 cards you haven't seen. And there are 2 more ladies in games. The probability that you get a lady then: 2/47 = 0.0426 = 4.3%.

3. What is the probability of getting a lady in "The River" (next card again) (you got no lady in "The Turn")?
you have seen six cards so far, so there are 46 cards you haven't seen. and there are 2 more ladies in games. the probability that you get a lady then: 2/46 = 0.0434 = 4.3%. So no big improvement ...

Poker odds table
it is important when playing poker to consider probabilities. you must understand the odds of a given poker hand in order to make good decisions about How much, when and how to bet.

so what are the probabilities of getting a given poker hand on 5 cards? In the table below you will find the poker rods!
poker hand
number ways the hand can be made on
odds in order to get the hand on 5 cards
royal flush
4
1 to 649,740
straight flush
36
to 72.193 to 72.to 72.19393
4 like
624
to 4.165 to 4.to 4.16565
full hus
3.744
1 to 694
Flush
5.108
1 to 508
Straight
10.200
1 to 254
3 like
54.912
1 to 47
2 par
123.552
to 221 to 2to 221
1 par
1.098.240
1 to 2.36
no par
1.302.540
to to 1.99 to to to 1.99.99